$I_3\left(k^0\right)=+1,A\left(k^0\right)=+1$

$\left(d_{\text{R}},{\overline{s}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{-16}{3},\frac{+28}{3},\frac{-3}{3}\right)$

$I_3\left(k^{+}\right)=+2,A\left(k^{+}\right)=+3$

$\left(u_{\text{R}},{\overline{s}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{+2}{3},\frac{+28}{3},\frac{-3}{3}\right)$

$I_3\left({\pi }^{-}\right)=-1,A\left({\pi }^{-}\right)=-3$

$\left(d_{\text{R}},{\overline{u}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{-16}{3},\frac{-8}{3},\frac{-3}{3}\right)$

$I_3\left({\pi }^0,\eta \right)=0,A\left({\pi }^0,\eta \right)=-1$

$\left(u_{\text{R}},{\overline{u}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{+2}{3},\frac{-8}{3},\frac{-3}{3}\right)$

$\left(d_{\text{R}},{\overline{d}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{-16}{3},\frac{+10}{3},\frac{-3}{3}\right)$

$I_3\left({\pi }^{+}\right)=+1,A\left({\pi }^{+}\right)=+1$

$\left(u_{\text{R}},{\overline{d}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{+2}{3},\frac{+10}{3},\frac{-3}{3}\right)$

octet mesons

$I_3\left(k^{-}\right)=-2,A\left(k^{-}\right)=-5$

$\left(s_{\text{R}},{\overline{u}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{-34}{3},\frac{-8}{3},\frac{-3}{3}\right)$

$I_3\left({\overline{k}}^0\right)=-1,A\left({\overline{k}}^0\right)=-3$

$\left(s_{\text{R}},{\overline{d}}_{\text{<mover accent="true"> R <mo> ¯ </mo> </mover>}},g_0\right)$

$\left(\frac{-34}{3},\frac{+10}{3},\frac{-3}{3}\right)$